UOP staff
SAGIAS NIKOLAOS
PROFESSOR
MEMBER OF THE BOARD OF DIRECTORS
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
Ε-mail: nsagias (at) uop (dot) gr
Short CV Dr. Sagias profile photo

Nikos C. Sagias was born in Athens, Greece in 1974. He received the BSc degree from the department of Physics (DoP) of the University of Athens (UoA), Greece in 1998. The MSc and PhD degrees in Telecommunication Engineering were received both from the UoA in 2000 and 2005, respectively. Since 2001, he has been involved in various National and European Research & Development projects for the Institute of Space Applications and Remote Sensing of the National Observatory of Athens, Greece. During 2006-2008, was a Postdoc research scholar at the Institute of Informatics and Telecommunications at the National Centre for Scientific Research-"Demokritos", Athens, Greece. In 2008 he we was appointed as an assistant professor in the Department of Informatics & Telecommunications at the University of Peloponnese, in Tripolis, Greece, where currently is a Professor. Between 2014-16 and 2018-2020 he served as the Head of DIT.

Dr. Sagias research interests span the broad area of digital communications, and more specifically include MIMO and cooperative systems, fading channels, satellite communications and optical-wireless communication systems. In his record, he has over seventy (70) papers in prestigious international journals and more than fifty (50) in the proceedings of world recognized conferences. For five (5) years (between 2009-14) he was an Associate Editor of IEEE Transactions on Wireless Communications, while before 2009 he had served as an Editor for AEÜ - International Journal of Electronics and Communications and IETE Technical Review. Additionally, he is serving as a reviewer and TPC member for various IEEE conferences (GLOBECOM, ICC, VTC, etc). He is a co-recipient of the best paper award in communications in the IEEE Wireless Communications and Networking Conference (WCNC), Istanbul, Turkey, May 2014 and 3rd International Symposium on Communications, Control and Signal Processing (ISCCSP), Malta, March 2008. He is a senior member of the IEEE and IEEE Communications Society as well as the Hellenic Physicists Association.

 

Science Interest: Dr. Sagias research interests span the broad area of digital communications, and more specifically include MIMO and cooperative systems, fading channels, satellite communications and optical-wireless communication systems.